Rad13nt Destruction

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Given the equation 1 2 < m o d ( y 17 2 17 x m o d ( y , 17 ) , 2 ) {\displaystyle {1 \over 2}<\left\lfloor \mathrm {mod} \left(\left\lfloor {y \over 17}\right\rfloor 2^{-17\lfloor x\rfloor -\mathrm {mod} (\lfloor y\rfloor ,17)},2\right)\right\rfloor } , on the window 101223240372339931456923421650556620517608202048191047451565962949183464626728855461170250091439151166289136849164920776006935468623708291072 < = y < = 101223240372339931456923421650556620517608202048191047451565962949183464626728855461170250091439151166289136849164920776006935468623708291089 101223240372339931456923421650556620517608202048191047451565962949183464626728855461170250091439151166289136849164920776006935468623708291072<=y<=101223240372339931456923421650556620517608202048191047451565962949183464626728855461170250091439151166289136849164920776006935468623708291089 and 0 x 106 0\leq x\leq106 , what integer will the equation plot?


The answer is 1.

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